AQA A-level Maths November 2020 Paper 2
- 7357/2
- Pure and mechanics
- 2 hours
- 100 marks
Practise this paper's topics
5 new exam questions, 36 minutes, marked line by line. Free, no account.
- Friction: equilibrium, limiting cases and sliding
- Implicit differentiation and parametric curves
- Stationary points, optimisation and curvature
- Circles, tangents and intersections
- Separable differential equations and interpretation
What it tested
- Pure64 marks
- Mechanics36 marks
- Q1Tangents, normals and increasing/decreasing intervalsExponential graphs and transformations1 mark
- Q2Reciprocal and inverse trig functions1 mark
- Q3Integer binomial expansions and coefficients3 marks
- Q4Small-angle approximations4 marks
- Q5Integration by substitution6 marks
- Q6Circles, tangents and intersectionsLines, gradients and perpendicularity8 marks
- Q7Contradiction and first-principles proof clinicDeduction, exhaustion and counterexamples7 marks
- Q8Implicit differentiation and parametric curvesAddition, double-angle and half-angle identities10 marks
11 more questions
- Q9Stationary points, optimisation and curvature10 marks
- Q10Force diagrams, weight and Newton's first law1 mark
- Q11Resolving forces, resultants and inclined planesVectors: components, position and subtraction1 mark
- Q12Magnitude, direction and vector geometry1 mark
- Q13Moments and rigid-body equilibrium3 marks
- Q14Two-dimensional motion with vectors and calculus7 marks
- Q15Trapezium estimates and boundsMotion graphs and area/gradient reasoning5 marks
- Q16Constant-acceleration equations and derivations5 marks
- Q17Projectiles: components, trajectories and height6 marks
- Q18Friction: equilibrium, limiting cases and slidingConnected particles and smooth pulleys13 marks
- Q19Separable differential equations and interpretationVariable-acceleration motion in one dimension8 marks
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